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OCR Gateway GCSE Chemistry A (J248) · C1 — Particles
Mini-Lesson

Particles

This mini-lesson walks you through the whole of OCR Gateway Topic C1 — Particles: the particle model of the three states of matter, changes of state, what's inside an atom, isotopes, and how the model of the atom developed over time.

solid liquid gas
The same particles, three states — only the arrangement, spacing and movement differ.

Work through each screen, answer the questions as you go (some wordy, some calculations) and collect ⭐ stars. Press Start when you're ready.

C1.1a · The particle model

Solids, liquids and gases

The particle model pictures all matter as tiny particles. The state depends on how those particles are arranged, how they move, and how much energy they have:

  • Solid — particles packed in a regular pattern, touching, vibrating about fixed positions. Fixed shape, fixed volume.
  • Liquid — particles still touching but randomly arranged; they slide past one another. Fixed volume, takes the shape of its container.
  • Gas — particles far apart, moving quickly in all directions, mostly empty space. No fixed shape or volume; can be compressed.

Energy ladder: heating gives particles more energy, so they move more and the forces holding them together are overcome: solid → liquid → gas.

Quick check

Which state?

?A substance has particles that are close together but randomly arranged and able to slide past each other. Which state of matter is it?
C1.1a · Changes of state

Changing state

Adding or removing energy moves a substance between states. These changes are physical — no new substance is made and they are reversible:

solid (s) liquid (l) gas (g) melting → ← freezing boiling → ← condensing
State symbols: (s) solid, (l) liquid, (g) gas, (aq) dissolved in water (aqueous).

Physical, not chemical: ice, water and steam are all H₂O — the same particles, just rearranged. Melting and boiling are physical changes you can reverse; mass is conserved throughout.

C1.1b · Physical vs chemical change

Physical change vs chemical change

The particle model lets us tell two kinds of change apart:

  • Physical change — particles stay the same substance; only their arrangement or spacing changes (e.g. melting, boiling, dissolving). Usually reversible.
  • Chemical change — bonds break and re-form to make new substances (e.g. burning, rusting). Usually not easily reversible.

In both kinds of change, no particles are created or destroyed — so mass is conserved.

Watch out: a change being hard to reverse doesn't make it chemical, and "a gas was given off" doesn't always mean a reaction — boiling water releases steam with no new substance.

Sort it

Physical or chemical?

Tap whether each change is physical or chemical.

C1.1c · Higher tier only

Limits of the simple model

The simple particle model draws each particle as a tiny solid sphere — like a bowling ball. That's useful, but it is a model, so it has limitations:

  • It ignores the forces of attraction between particles (which is why it can't explain why different materials melt and boil at different temperatures).
  • It treats particles as having no internal structure and being solid, when in fact atoms are mostly empty space.
  • It assumes the spheres are all the same size and ignores the real space between them.

HT exam tip: if asked for limitations, mention that the model takes no account of the forces between particles, the size of the particles, or the space between them.

Quick check · HT

Spotting the weakness

?Why can the simple particle model not explain why different substances melt at different temperatures?
C1.2b · Atomic structure

Inside the atom

Every atom has a tiny central nucleus made of protons and neutrons, surrounded by electrons in shells. Almost all the mass sits in the nucleus, but the nucleus is far smaller than the whole atom:

+11 shell 3: 1 e⁻ shell 2: 8 e⁻ shell 1: 2 e⁻ Sodium (Na): 2, 8, 1
A sodium atom: 11 protons in the nucleus, 11 electrons arranged 2, 8, 1. Shells fill from the inside out (2, then 8, then 8…).

Scale: a typical atom has a radius of about 1 × 10⁻¹⁰ m (0.1 nm). The nucleus is thousands of times smaller still — so an atom is mostly empty space.

C1.2d · Sub-atomic particles

Charges and masses

You need the relative charge and relative mass of each sub-atomic particle:

Particle Relative charge Relative mass proton+11 neutron01 electron−11 / 1840 (≈ 0)
Protons and neutrons have (almost) all the mass; the electron's mass is negligible.

An atom has no overall charge because it has equal numbers of protons (+1) and electrons (−1). Lose or gain electrons and it becomes a charged ion.

C1.2e · Atomic & mass number

Atomic number & mass number

Two numbers describe an atom's nucleus, written in the standard notation:

⁠ᴬ𝐗 → mass number A (top), atomic number Z (bottom)atomic number Z = number of protons · mass number A = protons + neutrons
  • Atomic number (Z) = number of protons (and, in a neutral atom, electrons). It defines the element.
  • Mass number (A) = number of protons + neutrons.
  • So number of neutrons = A − Z (mass number − atomic number).
Worked example — sodium ²³₁₁Na

Protons = Z = 11

Electrons (neutral atom) = 11

Neutrons = A − Z = 23 − 11 = 12

Calculate

Your turn — counting neutrons

1A chlorine atom is written ³⁵₁₇Cl. How many neutrons does it contain?
neutrons
Hint: neutrons = mass number − atomic number = 35 − 17.
C1.2e · Isotopes

Isotopes

Isotopes are atoms of the same element (same number of protons, so same atomic number) but with different numbers of neutrons — so a different mass number.

carbon-12 6 protons · 6 neutrons carbon-14 6 protons · 8 neutrons proton neutron
Carbon-12 and carbon-14: both are carbon (6 protons), but carbon-14 has 2 extra neutrons.

Watch out: isotopes differ only in neutrons, never in protons. Changing the number of protons would change the element entirely. They have the same chemistry because they have the same electron arrangement.

Quick check

Are they isotopes?

?Atom X has 8 protons and 8 neutrons. Atom Y has 8 protons and 10 neutrons. What is the relationship between X and Y?
Isotopes & relative atomic mass

Relative atomic mass

Because an element is a mixture of isotopes, its relative atomic mass (Ar) is the weighted mean mass of its atoms, allowing for how common each isotope is (its abundance):

Ar = Σ(isotope mass × % abundance) ÷ 100add up (each mass × its %), then divide by 100
Worked example — chlorine

Chlorine is 75% ³⁵Cl and 25% ³⁷Cl.

Ar = (35 × 75 + 37 × 25) ÷ 100

= (2625 + 925) ÷ 100 = 3550 ÷ 100 = 35.5

Watch out: Ar is a weighted average, not a simple one. It sits closer to the more abundant isotope — that's why chlorine's Ar (35.5) is nearer 35 than 37.

Calculate

Your turn — relative atomic mass

2Boron exists as two isotopes: 20% is boron-10 (mass 10) and 80% is boron-11 (mass 11). Calculate the relative atomic mass of boron.
Ar
Hint: Ar = (10 × 20 + 11 × 80) ÷ 100.
Electronic structure

Arranging the electrons

Electrons occupy shells (energy levels) around the nucleus, filling from the inside out. For the first 20 elements each shell holds:

  • Shell 1 — up to 2 electrons
  • Shell 2 — up to 8 electrons
  • Shell 3 — up to 8 electrons (for the first 20 elements)

Write the arrangement as a comma list. The digits always add up to the number of electrons (= atomic number for a neutral atom):

Oxygen (Z = 8) 2, 6 2 + 6 = 8 electrons Calcium (Z = 20) 2, 8, 8, 2 2 + 8 + 8 + 2 = 20 electrons
Fill shell 1 (2), then shell 2 (8), then shell 3 (8), then start shell 4 — so calcium is 2, 8, 8, 2.
Match it

Match the configuration

Tap an element, then tap its correct electron arrangement.

C1.2a · Developing the model

How the model changed

Scientists refined the model of the atom as new evidence appeared:

  • Dalton — atoms are tiny solid spheres that can't be divided.
  • Thomson — discovered the electron; proposed the "plum pudding" model (a ball of positive charge with electrons dotted in it).
  • Rutherford (with Geiger & Marsden) — the alpha-scattering experiment showed most of the atom is empty space with a tiny, dense, positive nucleus.
  • Bohr — electrons orbit the nucleus in fixed shells (energy levels).
  • Later, the neutron was discovered, completing the nucleus.
C1.2a · Alpha scattering

The alpha-scattering experiment

Geiger and Marsden fired positive alpha particles at very thin gold foil. The results overturned the plum-pudding model:

α source gold foil + most pass straight through few deflected very few bounce back
Most alphas passed straight through (atom is mostly empty space); a few deflected and a tiny number bounced back (a small, dense, positive nucleus).

Reading the evidence: straight-through = empty space; large deflection = something positively charged (repelling the positive alphas); bounce-back = that something is very dense and concentrated (the nucleus).

Order it

Build the timeline

Tap the models in the order they were developed, earliest first.

🕓 Earliest → latest

Quick check

Why the model changed

?In the alpha-scattering experiment, a small number of alpha particles bounced almost straight back. What did this tell scientists?
Calculate

Your turn — electron count

3A neutral atom has the electron configuration 2, 8, 7. How many electrons does it have in total (which equals its atomic number)?
electrons
Hint: add the shells, 2 + 8 + 7. (This atom is chlorine.)
Recap

The C1 essentials

Particle model: solid (fixed, vibrating) → liquid (touching, sliding) → gas (far apart, fast).

Changes of state (s)(l)(g)(aq) are physical & reversible; mass is conserved.

HT — limitations: ignores forces between particles, their size and the spaces.

Atom: tiny dense nucleus (protons +1, neutrons 0) + electrons (−1); radius ≈ 1×10⁻¹⁰ m.

Numbers: Z = protons; A = protons + neutrons; neutrons = A − Z.

Isotopes: same protons, different neutrons; Ar = weighted mean of isotopes.

Model history: Dalton → Thomson (plum pudding) → Rutherford (alpha scattering) → Bohr → neutron.

You've covered the whole of OCR Gateway C1 — Particles, both C1.1 the particle model and C1.2 atomic structure. Press Finish to see your score.

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